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The second multidigit prime p such that (p) and prime(p) are palindromic numbers. [Firoozbakht]

The first prime p such that (p) and the pth prime are both palindromic primes with respectively only nonprime digits (919) and only prime digits (72727). Note that 7193 is an emirp with all distinct digits in which multidigit primes end, whose reversal (3917) is the same as that obtained when each digit is replaced by the corresponding ten complement. [Beedassy]